Calculus and analytic geometry / Sherman K. Stein

By: Material type: TextTextPublication details: New York : McGraw Hill Education, c1977Edition: Second editionDescription: xiv, 994 pages : illustrations ; 24 cmISBN:
  • 70610088
Subject(s): LOC classification:
  • QA 303 .S74 1977
Contents:
1 The two main concepts -- 2 Functions, graphs, and the slope of a line -- 3 The derivative -- 4 Limits and continuous functions -- 5 The computation of derivatives -- 6 Applications of derivative -- 7 The definite integral 8 The fundamental theorems of calculus -- 9 Computing antiderivatives -- 10 Computing and applying definite integrals over intervals -- 11 Additional applications of the derivative -- 12 Partial derivatives -- 13 Definite integrals over plane regions -- 14 Series -- 15 Taylor's series and the growth of a function -- 16 The moment of a function -- 17 Mathematical models -- 18 Definite integrals over solid regions -- 19 Algebraic operations on vectors -- 20 The derivative of a vector function -- 21 Integrals of scalar and vector fields -- 22 Green's theorem and its generalizations -- 23 The interchange of limits.
Summary: Our goal has been to provide the student and instructor with a readable, flexible text that covers the important topics of single and multivariable calculus as simply and as intuitively as possible.
Item type: Books
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Holdings
Item type Current library Home library Collection Call number Copy number Status Date due Barcode
Books Books National University - Manila LRC - Annex Relegation Room General Education GC QA 303 .S74 1977 (Browse shelf(Opens below)) c.1 Available NULIB000005027

Includes index.

1 The two main concepts -- 2 Functions, graphs, and the slope of a line -- 3 The derivative -- 4 Limits and continuous functions -- 5 The computation of derivatives -- 6 Applications of derivative -- 7 The definite integral 8 The fundamental theorems of calculus -- 9 Computing antiderivatives -- 10 Computing and applying definite integrals over intervals -- 11 Additional applications of the derivative -- 12 Partial derivatives -- 13 Definite integrals over plane regions -- 14 Series -- 15 Taylor's series and the growth of a function -- 16 The moment of a function -- 17 Mathematical models -- 18 Definite integrals over solid regions -- 19 Algebraic operations on vectors -- 20 The derivative of a vector function -- 21 Integrals of scalar and vector fields -- 22 Green's theorem and its generalizations -- 23 The interchange of limits.

Our goal has been to provide the student and instructor with a readable, flexible text that covers the important topics of single and multivariable calculus as simply and as intuitively as possible.

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